CN109711706B - Active power distribution network transformer substation planning method considering distributed power sources and demand response - Google Patents
Active power distribution network transformer substation planning method considering distributed power sources and demand response Download PDFInfo
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Abstract
A method for planning an active power distribution network transformer substation in consideration of distributed power supplies and demand responses is characterized in that the network load supply characteristics are analyzed in consideration of the distributed power supplies and the demand responses comprehensively, a transformer substation optimization planning model of the active power distribution network is established by taking the load carrying capacity of each transformer substation as a constraint condition and taking the minimum sum of the annual investment and operating cost of the transformer substation, the annual investment and network loss cost of a low-voltage side line and the annual cost of demand response as a target, and then an improved weighted Voronoi graph algorithm is used for solving the transformer substation planning model. The method can realize effective coordination of construction cost and demand response cost in the transformer substation planning scheme, further improve the economy of the transformer substation planning scheme, and promote reasonable development of the construction structure and the planning technology of the active power distribution network.
Description
Technical Field
The invention relates to a planning method for an active power distribution network transformer substation. In particular to an active distribution network transformer substation planning method considering distributed power sources and demand response, which is suitable for planning work of public institution urban distribution network transformer substations.
Background
Aiming at the increasingly serious problems of energy crisis and environmental pollution, countries in the world actively seek the development of clean energy, and consequently, a large number of distributed power supplies are connected into a power distribution network, and the randomness and the fluctuation of the output of the distributed power supplies inevitably have great influence on the planning of the power distribution network. In addition, the user demand response also plays an important role in improving the network supply load characteristics and the planning scheme economy in time sequence. As an important component of power distribution network planning, substation planning comprises site selection, constant volume and power supply range division, and the result directly influences the future power distribution network structure, power supply reliability and operation economy. Therefore, how to comprehensively consider distributed power supply time sequence output and user demand response is very important in active power distribution network substation optimization planning.
At present, the calculation methods for planning the power distribution network and the transformer substation are mainly divided into two methods, namely a transformer substation planning method for a traditional power distribution network and a transformer substation planning method for an active power distribution network after a distributed power supply is accessed. In the traditional power distribution network transformer substation planning, firstly, the load rate of a transformer substation is determined according to an N-1 principle, inequality constraint between the load and the load capacity of the transformer substation is established, and then the power supply range of each transformer substation is divided by applying a traditional weighted Voronoi graph algorithm; after a large number of distributed power supplies are connected to the power distribution network, the load of the power distribution network is shared by the transformer substation and the distributed power supplies, therefore, the confidence capacity of the distributed power supplies is calculated on the basis of the principle that the reliability of the system is unchanged before and after the distributed power supplies are connected to the power distribution network, and the power supply range of the transformer substation is divided by adopting a weighting Voronoi graph algorithm with improved hierarchy and directivity on the basis.
However, with the enhancement of the interactivity between the load and the power grid, the demand response of the user can reduce the peak value of the power supply load of the power grid on one hand, and can also influence the load used in the process of dividing the power supply range of the transformer substation on the other hand, so that the influence is generated on the process of dividing the power supply range of the transformer substation.
Disclosure of Invention
The invention aims to solve the technical problem of providing an active power distribution network transformer substation planning method which can realize effective coordination of construction cost and demand response cost in a transformer substation planning scheme and considers distributed power supplies and demand response.
The technical scheme adopted by the invention is as follows: an active power distribution network transformer substation planning method considering distributed power sources and demand response comprises the following steps:
1) Generating a corresponding relation between a load reduction proportion and a demand response cost based on a comprehensive load curve in a region to be planned, and determining a demand response cost sequence according to the load reduction proportion from small to large;
2) Respectively determining the maximum value n of the load reduction ratio max The minimum value n of the load reduction ratio min And a load reduction ratio search step length d =2%, and let the load reduction ratio n = n min ；
3) Under the load reduction proportion n, determining the number of newly-built substations and all capacity combination schemes according to the target annual load and the type of the capacity to be selected;
4) Aiming at any scheme in all capacity combination schemes, dividing the power supply range of each transformer substation by adopting a traditional Voronoi graph algorithm, and determining the initial station address of each transformer substation;
5) Calculating the confidence capacity of the distributed power supply in the power supply range of each transformer substation on the basis of the principle that the reliability level of the system is unchanged, and dividing the power supply range by using an improved weighted Voronoi graph algorithm to obtain new power supply ranges of each transformer substation and each transformer substation;
6) Optimizing the site based on the principle of minimum load moment, returning to the step 5) until the moving distance and the capacity ratio of each substation site meet the set precision requirement, obtaining the final result of the substation planning under any scheme, and calculating the cost required to be invested;
7) Sequentially traversing all the capacity combination schemes, comparing the investment cost required by the transformer substation planning under each capacity combination scheme, and taking the transformer substation planning result under the capacity combination scheme with the minimum investment cost as the transformer substation planning result under the load reduction proportion n;
8) Making the load reduction proportion n = n + d, returning to the step 3) until n = n max And comparing the investment cost of the transformer substation planning result under all the load reduction ratios, and taking the transformer substation planning result under the load reduction ratio with the minimum investment cost as the transformer substation planning result of the whole area to be planned.
The corresponding relation between the load reduction proportion and the demand response cost in the step 1) is obtained based on an excitation type demand response model, and the excitation type demand response model is as follows:
maxY＝S-C 1 -C 2 -F (1)
in the formula: y represents the final total profit from the user's participation in the demand response; s represents the demand response income; c 1 Representing a user demand response cost; c 2 Representing the electric charge required to be paid by the user; f represents the punishment of the unfinished power supply company for specifying the response target; wherein:
C 1 ＝(K 1 ΔL t 2 +K 2 ΔL t -K 2 ΔL t u) (3)
0≤ΔL t ≤nL t (6)
in the formula: Δ L g Indicating a power supply company specified load translation amount; Δ L t Representing the actual load translation of the user; b is response compensation of unit load capacity; u represents the power failure intention of the user and ranges from 0 to 1; k is 1 And K 2 Is a constant; p is a radical of formula t The electricity price at the peak moment t of the power distribution network is obtained; l is t Load of the peak time t of the power distribution network; beta represents the discount of the electricity price after the user is reduced according to the reduction proportion n specified by the power supply company; p is a radical of f The penalty of the user unit difference load quantity when the specified reduction quantity of the power supply company is not finished is shown;
the demand response cost comprises two parts, wherein one part is demand response cost C paid to the user by the power supply company at the peak moment of the power distribution network F (ii) a The other part is load translation cost C paid by the power supply company when the network supply load is higher than the peak load after demand response Q (ii) a Cost of demand response C Dr The following were used:
C Dr ＝C F +C Q (7)
C F ＝S-F (8)
in the formula: t represents the peak moment of the distribution network; δ represents the cost required to translate a unit load; Δ X h And the actual translation amount of the network supply load at the h moment is shown.
And step 4) dividing the power supply range of each transformer substation according to the following formula:
V(i，ω i )＝{x∈V(i，ω i )|ω i d(x，ω i )≤ω j d(x，ω j )} (10)
in the formula, V (i, ω) i ) Representing the power supply range of the substation i; omega i The weight of the substation i is represented by,
P i represents the load quantity, S, carried by the substation i i Representing the capacity of substation i; x represents any point within the planned area; omega i d(x，ω i )、ω j d(x，ω j ) And respectively representing the weighted distances from the x point in the planning area to the transformer substation i and the transformer substation j.
The formula for dividing the power supply range by using the improved weighted Voronoi diagram algorithm in the step 5) is as follows:
V(i，η i )＝{x∈V(i，η i )|ω i d(x，η i )≤ω j d(x，η j )} (11)
in the formula, V (i, eta) i ) Representing the power supply range of the substation i; x represents any point within the planned area; eta i d(x，η i )、η j d(x，η j ) Respectively representing the weighted distances from the point x to the transformer substation i and the transformer substation j in the planned area; eta i And representing the weight of the improved substation i, which is obtained by the following formula:
in the formula: α, σ denote a distance limit ratio; eta i (m, k) represents the weight value of the kth division of the substation i in the mth iteration; p i And (m, k) represents the load quantity carried by the transformer substation i after the mth iteration and the kth division.
Step 6) the calculation of the required investment cost formula is as follows:
in the formula: c Station The investment of the transformer substation and the maintenance annual cost converted to each year are represented; c Feeder Representing low side line drops converted to annuallyA cost; c Ws Representing the annual grid loss cost of the low-voltage side line; c Dr Representing a demand response cost; j is a unit of i 、S i 、P τ Respectively representing a load set of an ith transformer substation, the capacity of the ith transformer substation, and the load capacity of a Tth load node corresponding to the peak moment of the network load supply after considering DG and demand response; l (i, τ) represents the linear distance between the substation i and the supplied load τ; n is a radical of 1 Representing the number of the newly-built transformer substations; e.g. of a cylinder i Representing the load factor of the ith substation;
representing a power factor; r is i The maximum power supply radius of the transformer substation i under the common limit of the capacity and the load density in the power supply range is represented; wherein it is present>
In the formula: f (S) i ) Representing the investment cost of the ith newly-built substation; v (S) i ) Representing the annual operation cost of the ith newly-built substation; n is a radical of hydrogen 2 Representing the number of the existing transformer substations and the newly-built transformer substations; s. the i Indicating the capacity of the ith substation; m 1 、M 2 Respectively representing the depreciation age of the transformer substation and the depreciation age of a low-voltage side line of the transformer substation; ζ represents the investment cost per unit length of line; gamma represents the network conversion coefficient of the line, and the specific expression is as follows:
in the formula: h 1 The unit length resistance of the low-voltage side circuit is represented; h 2 Indicating the electricity price of the planning region; h 3 Represents the annual loss hours of the low-voltage side line; u represents the voltage of the low side line.
According to the active power distribution network transformer substation planning method considering the distributed power sources and the demand responses, the network supply load characteristics can be analyzed by comprehensively considering the distributed power sources and the demand responses, the load carrying capacity of each transformer substation is taken as a constraint condition to meet the load demand in the area to be planned, a transformer substation optimization planning model of the active power distribution network is established by taking the minimum sum of the annual investment and operating cost of the transformer substation, the annual investment and network loss cost of a low-voltage side line and the annual cost of the demand responses as a target, and then the transformer substation planning model is solved by using an improved weighted Voronoi graph algorithm. The invention can establish a power distribution network site selection constant volume model based on distributed power supply time sequence output and load characteristic curves, actively manage the load by adopting excitation type demand response, consider the demand response cost in a transformer substation planning model, reduce the comprehensive load characteristic fluctuation of each transformer substation in the planning result on the basis of realizing the effective coordination of the construction cost and the demand response cost in the transformer substation planning scheme, reduce the investment and the operation cost of the transformer substation, ensure that the spatial distribution of the DGs of each transformer substation is more reasonable, effectively reduce the capacity configuration of the transformer substations, reduce the construction and the operation cost of power grid planning, ensure that the operation risk of the power grid is limited in a controllable range, and ensure that the power grid planning scheme is more reasonable. The method for planning the transformer substation of the active power distribution network by considering the distributed power supply and the demand response further improves the economy of a planning scheme of the transformer substation and promotes the reasonable development of the construction structure and the planning technology of the active power distribution network.
Drawings
FIG. 1 is a flow chart of an active distribution network substation planning method of the present invention considering distributed generation and demand response;
FIG. 2 is a diagram of a demand response effectiveness analysis in accordance with the present invention;
FIG. 3 is a graph of the grid supply load characteristic with distributed power and demand response of the present invention.
Detailed Description
The method for planning the active distribution network substation considering the distributed power sources and the demand response is described in detail below with reference to embodiments and the accompanying drawings.
As shown in fig. 1, the active distribution network substation planning method considering distributed power sources and demand response of the present invention includes the following steps:
1) Generating a corresponding relation between a load reduction proportion and a demand response cost based on a comprehensive load curve in a region to be planned, and determining a demand response cost sequence according to the load reduction proportion from small to large;
the corresponding relation between the load reduction proportion and the demand response cost is obtained based on an excitation type demand response model, and the excitation type demand response model is as follows:
maxY＝S-C 1 -C 2 -F (1)
in the formula: y represents the final total profit from the participation of the user in the demand response; s represents the demand response income; c 1 Representing a user demand response cost; c 2 Representing the electric charge required to be paid by the user; f represents the punishment of the unfinished power supply company for specifying the response target; wherein:
C 1 ＝(K 1 ΔL t 2 +K 2 ΔL t -K 2 ΔL t u) (3)
0≤ΔL t ≤nL t (6)
in the formula: Δ L g Indicating a power supply company specified load translation amount; Δ L t Representing the actual load translation of the user; b is response compensation of unit load quantity; u represents the power failure intention of the user and ranges from 0 to 1; k 1 And K 2 Is a constant; p is a radical of formula t The electricity price at the peak moment t of the power distribution network is obtained; l is i The load of the power distribution network at the peak moment i; beta represents the discount of the electricity price after the user is reduced according to the reduction proportion n specified by the power supply company; p is a radical of f The penalty of the user unit difference load quantity when the specified reduction quantity of the power supply company is not finished is shown;
the demand response cost comprises two parts, wherein one part is demand response expense C paid to the user by the power supply company at the peak moment of the power distribution network F (ii) a The other part is the load translation cost C paid by the power supply company when the network supply load is higher than the peak load after the demand response Q (ii) a Cost of demand response C Dr The following:
C Dr ＝C F +C Q (7)
C F ＝S-F (8)
in the formula: t represents the peak moment of the distribution network; δ represents the cost required to translate a unit load; Δ X h And the actual translation amount of the network for supplying the load at the h moment is shown.
According to the excitation type demand response model and the demand response cost expression, a relation curve graph between the demand response cost and the load reduction amount at the moment of the peak value of the network supply load can be obtained, as shown in fig. 2:
as can be analyzed from fig. 2, as the demand response cost increases, the amount of reduction in peak load gradually increases, but the amount of reduction in load resulting from increasing the unit demand response cost decreases. E.g. when the amount of reduction of the peak load is the same, i.e. L 4 -L 3 ＝L 2 -L 1 The required demand response cost needs to be increased, i.e. C 4 -C 3 >C 2 -C 1 。
Therefore, when the demand response is considered for optimization planning of the transformer substation, the demand response cost is increased along with the increase of the reduction amount of the peak load of the power distribution network, and then it is very important to analyze whether the reduction of the peak load of the power distribution network under the demand response causes the reduction of the construction and operation cost of the transformer substation more than the demand response cost paid by a power supply company, namely, the fact that the reduction of the peak load of the power distribution network to the level under the demand response strategy is determined can enable the total investment of optimization planning of the active power distribution network transformer substation to be minimum.
Taking a typical 24-hour load curve graph in a certain area as an example, the network supply load characteristic analysis containing DG and demand response is carried out. As can be seen from fig. 3, when a large number of distributed power sources are considered to be connected to the power distribution network, the peak value of the actual load curve supplied by the power distribution network is reduced, that is, the peak value of the network load characteristic curve in the area to be planned is reduced; when the load demand response is further considered on the basis, the peak value of the power supply load curve in the area to be planned can be further reduced.
The transformer substation optimization planning problem concerns the size of the peak value of the network supply load. The larger the network supply load peak value is, the more the number of newly-built stations is required when the transformer substation is planned to meet the load requirement in the planned area, and the more the investment cost of the transformer substation planning is required, so that the important significance is realized in researching the time sequence network supply load characteristics containing DGs and demand responses in the transformer substation optimization planning and finding out the peak value of the actual supply load of the power distribution network.
2) Respectively determining the maximum value n of the load reduction ratio max Minimum value n of load shedding ratio min And a load reduction ratio search step length d =2%, and let the load reduction ratio n = n min ；
3) Under the load reduction proportion n, determining the number of newly-built substations and all capacity combination schemes according to the target annual load and the type of the capacity to be selected;
4) Aiming at any scheme in all capacity combination schemes, dividing the power supply range of each transformer substation by adopting a traditional Voronoi graph algorithm, and determining the initial station address of each transformer substation; the power supply range of each transformer substation is divided according to the following formula:
V(i，ω i )＝{x∈V(i，ω i )|ω i d(x，ω i )≤ω j d(x，ω j )} (10)
in the formula, V (i, ω) i ) Representing the power supply range of the substation i; omega i The weight of the substation i is represented by,
P i represents the load quantity of the substation i, S i Representing the capacity of substation i; x represents any point within the planned area; omega i d(x，ω i )、ω j d(x，ω j ) And respectively representing the weighted distances from the x point in the planning area to the transformer substation i and the transformer substation j.
5) Calculating the confidence capacity of the distributed power supply in the power supply range of each transformer substation on the basis of the principle that the reliability level of the system is unchanged, and dividing the power supply range by using an improved weighted Voronoi graph algorithm to obtain new station sites of each transformer substation and the power supply range of each transformer substation; the formula for dividing the power supply range by using the improved weighted Voronoi diagram algorithm is as follows:
V(i，η i )＝{x∈V(i，η i )|ω i d(x，η i )≤ω j d(x，η j )} (11)
in the formula, V (i, eta) i ) Representing the power supply range of the substation i; x represents any point within the planned area; eta i d(x，η i )、η j d(x，η j ) Respectively representing the weighted distances from the point x to the transformer substation i and the transformer substation j in the planned area; eta i And representing the weight of the improved substation i, which is obtained by the following formula:
in the formula: α, σ denote a distance limit ratio; eta i (m, k) represents the weight value of the kth division of the substation i in the mth iteration; p i And (m, k) represents the load quantity carried by the transformer substation i after the mth iteration and the kth division.
6) Optimizing the site based on the principle of minimum load moment, returning to the step 5) until the moving distance and the capacity ratio of each substation site meet the set precision requirement, obtaining the final result of the substation planning under any scheme, and calculating the cost required to be invested; the formula of the cost required to be invested in the calculation is as follows:
in the formula: c Station Representing the investment and maintenance annual cost of the transformer substation converted to each year; c Feeder Represents the low-pressure side line investment cost converted to each year; c Ws Representing the annual grid loss cost of the low-voltage side line; c Dr Representing a demand response cost; j. the design is a square i 、S i 、P τ Respectively representing the load set of the ith transformer substation, the capacity of the ith transformer substation, and the load capacity of the Tth load node corresponding to the peak moment of the network load supply after considering DG and demand response; l (i, τ) represents the linear distance between the substation i and the supplied load τ; n represents the number of the newly-built transformer substations; e.g. of a cylinder i Representing the load factor of the ith substation;
representing a power factor; r i The maximum power supply radius of the transformer substation i under the common limit of the capacity and the load density in the power supply range is represented; wherein, the first and the second end of the pipe are connected with each other,
in the formula: f (S) i ) Shows the ith newly built substationThe investment cost of (a); v (S) i ) Representing the annual operation cost of the ith newly-built substation; n is a radical of 2 Representing the number of the existing transformer substations and the newly-built transformer substations; s. the i Representing the capacity of the ith substation; m is a group of 1 、M 2 Respectively representing the depreciation age of the transformer substation and the depreciation age of a low-voltage side line of the transformer substation; ζ represents the investment cost per unit length of line; gamma represents the network conversion coefficient of the line, and the specific expression is as follows:
in the formula: h 1 The unit length resistance of the low-voltage side circuit is represented; h 2 Representing the electricity price of the planned area; h 3 Represents the annual loss hours of the low-voltage side line; u represents the voltage of the low side line.
7) Sequentially traversing all the capacity combination schemes, comparing the investment cost required by the transformer substation planning under each capacity combination scheme, and taking the transformer substation planning result under the capacity combination scheme with the minimum investment cost as the transformer substation planning result under the load reduction proportion n;
8) Making the load reduction proportion n = n + d, returning to the step 3) until n = n max And comparing the investment cost of the transformer substation planning result under all the load reduction ratios, and taking the transformer substation planning result under the load reduction ratio with the minimum investment cost as the transformer substation planning result of the whole area to be planned.
Claims (4)
1. An active power distribution network transformer substation planning method considering distributed power sources and demand response is characterized by comprising the following steps:
1) Generating a corresponding relation between a load reduction proportion and a demand response cost based on a comprehensive load curve in a region to be planned, and determining a demand response cost sequence according to the load reduction proportion from small to large;
the corresponding relation between the load reduction proportion and the demand response cost is obtained based on an excitation type demand response model, and the excitation type demand response model is as follows:
maxY＝S-C 1 -C 2 -F (1)
in the formula: y represents the final total profit from the user's participation in the demand response; s represents the demand response income; c 1 Representing a user demand response cost; c 2 Representing the electricity charge required to be paid by the user; f represents the punishment of the specified response target of the unfinished power supply company; wherein:
C 1 ＝(K 1 ΔL t 2 +K 2 ΔL t -K 2 ΔL t u) (3)
0≤ΔL t ≤nL t (6)
in the formula: Δ L g Indicating the load translation specified by the power supply company; Δ L t Representing the actual load translation of the user; b is response compensation of unit load capacity; u represents the power failure intention of the user and ranges from 0 to 1; k 1 And K 2 Is a constant; p is a radical of formula t The electricity price at the peak moment t of the power distribution network is obtained; l is a radical of an alcohol t Load at the peak time t of the distribution network; beta represents the discount of the electricity price after the user is reduced according to the reduction proportion n specified by the power supply company; p is a radical of formula f The penalty of the user unit difference load quantity when the specified reduction quantity of the power supply company is not finished is shown;
the demand response cost comprises two parts, wherein one part is demand response expense C paid to the user by the power supply company at the peak moment of the power distribution network F (ii) a The other part is needed by the power supply company when the network supply load is higher than the peak load after the demand responsePaid load translation fee C Q (ii) a Cost of demand response C Dr The following were used:
C Dr ＝C F +C Q (7)
C F ＝S-F (8)
in the formula: t represents the peak moment of the power distribution network; δ represents the cost required to translate a unit load; Δ X h Actual translation representing the load of the network at time h
2) Respectively determining the maximum value n of the load reduction ratio max Minimum value n of load shedding ratio min And a load reduction ratio search step length d =2%, and a load reduction ratio n = n min ；
3) Under the load reduction proportion n, determining the number of newly-built substations and all capacity combination schemes according to the target annual load and the type of the capacity to be selected;
4) Aiming at any scheme in all capacity combination schemes, dividing the power supply range of each transformer substation by adopting a traditional Voronoi graph algorithm, and determining the initial station address of each transformer substation;
5) Calculating the confidence capacity of the distributed power supply in the power supply range of each transformer substation on the basis of the principle that the reliability level of the system is unchanged, and dividing the power supply range by using an improved weighted Voronoi graph algorithm to obtain new station sites of each transformer substation and the power supply range of each transformer substation;
6) Optimizing the site based on the principle of minimum load moment, returning to the step 5) until the moving distance and the capacity ratio of each substation site meet the set precision requirement, obtaining the final result of the substation planning under any scheme, and calculating the cost required to be invested;
7) Sequentially traversing all the capacity combination schemes, comparing the investment cost required by the transformer substation planning under each capacity combination scheme, and taking the transformer substation planning result under the capacity combination scheme with the minimum investment cost as the transformer substation planning result under the load reduction proportion n;
8) Order toThe load reduction ratio n = n + d, and the process returns to the step 3) until n = n max And comparing the investment cost of the transformer substation planning result under all the load reduction ratios, and taking the transformer substation planning result under the load reduction ratio with the minimum investment cost as the transformer substation planning result of the whole area to be planned.
2. The active distribution network substation planning method considering distributed power sources and demand response according to claim 1, wherein step 4) is to divide the power supply range of each substation according to the following formula:
V(i，ω i )＝{x∈V(i，ω i )|ω i d(x，ω i )≤ω j d(x，ω j )} (10)
in the formula, V (i, ω) i ) Representing the power supply range of the substation i; omega i The weight of the substation i is represented by,
P i represents the load quantity, S, carried by the substation i i Representing the capacity of substation i; x represents any point within the planned area; omega i d(x，ω i )、ω j d(x，ω j ) And respectively representing weighted distances from the point x to the substation i and the substation j in the planning area.
3. The active power distribution network substation planning method considering distributed power sources and demand responses according to claim 1, wherein the formula for dividing the power supply range by using the improved weighted Voronoi diagram algorithm in the step 5) is as follows:
V(i，η i )＝{x∈V(i，η i )|ω i d(x，η i )≤ω j d(x，η j )} (11)
in the formula, V (i, eta) i ) Representing the power supply range of the substation i; x represents any point within the planned area; eta i d(x，η i )、η j d(x，η j ) Respectively representing the weighted distances from the point x to the transformer substation i and the transformer substation j in the planned area; eta i Post-representation improvement substationi is given by:
in the formula: α, σ denote a distance limit ratio; eta i (m, k) represents the weight value of the kth division of the substation i in the mth iteration; p i And (m, k) represents the load quantity carried by the transformer substation i after the mth iteration and the kth division.
4. The active distribution network substation planning method considering distributed power sources and demand response according to claim 1, wherein the calculation of the cost required to be invested in step 6) is as follows:
in the formula: c Station The investment of the transformer substation and the maintenance annual cost converted to each year are represented; c Feeder Represents the low-pressure side line investment cost converted to each year; c Ws Representing the annual network loss cost of the low-voltage side line; c Dr Representing a demand response cost; j is a unit of i 、S i 、P τ Respectively representing the load set of the ith transformer substation, the capacity of the ith transformer substation, and the load capacity of the Tth load node corresponding to the peak moment of the network load supply after considering DG and demand response; l (i, τ) represents the linear distance between substation i and the supplied load τ; n is a radical of hydrogen 1 Representing the number of the newly-built substations; e.g. of the type i Representing the load factor of the ith substation;
representing a power factor; r i The maximum power supply radius of the transformer substation i under the common limit of the capacity and the load density in the power supply range is represented; wherein, the first and the second end of the pipe are connected with each other,
in the formula: f (S) i ) Representing the investment cost of the ith newly-built substation; v (S) i ) Representing the annual operation cost of the ith newly-built substation; n is a radical of hydrogen 2 The number of the existing transformer substations and the number of the newly-built transformer substations are represented; s i Representing the capacity of the ith substation; m 1 、M 2 Respectively representing the depreciation age of the transformer substation and the depreciation age of a low-voltage side line of the transformer substation; ζ represents the investment cost per unit length of line; gamma represents the network conversion coefficient of the line, and the specific expression is as follows:
in the formula: h 1 The unit length resistance of the low-voltage side circuit is represented; h 2 Representing the electricity price of the planned area; h 3 Represents the annual loss hours of the low-voltage side line; u represents the voltage of the low side line.
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